- Apr 5, 2004
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This problem isn't exactly the Schrodinger, rather just the Classical Wave equation.
(d^2X/dx^2)=K*X(x) where K = Positive number
X(x) = C* e^((K^.5)*x)
(d^2X/dx^2)= C* e^((K^.5)*x) <--------WHAT HAPPENED TO K!?!?!?!
That's my question. I'm going over my notes and can't figure out what happened. Did I just not copy the professor properly?
(d^2X/dx^2)=K*X(x) where K = Positive number
X(x) = C* e^((K^.5)*x)
(d^2X/dx^2)= C* e^((K^.5)*x) <--------WHAT HAPPENED TO K!?!?!?!
That's my question. I'm going over my notes and can't figure out what happened. Did I just not copy the professor properly?
